Knots and Multiple Möbius Band Minimal Surfaces

Year: 2001 Authors: Nat Friedman

Core claim

The n-(n+1) torus knot admits a minimal surface made of n Möbius bands sharing edges and alternating crossings.

Topics

torus knots, minimal surfaces, Möbius bands, surface topology

Domains

knot theory, differential geometry, topology, mathematical visualization, surface form, 3D geometry

Methods

geometric description, case analysis, figure-based visualization

Media

Möbius bands, torus knot models, color figures

Source status

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